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A fractal dimension D₅^{'} of strange attractors is estimated as follows. Clusters of n nearest-neighbor points are sampled from a time series; D₅^{'} is found from R^{D₅^{'}} where R is the average cluster's radius. The estimation of D₅^{'} is shown to be especially efficient for high dimensional systems.
Termonia et al. (Mon,) studied this question.
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